ralph lauren danmark Triangle Meyer-Konig-Zeller o

Triangle Meyer-Konig-Zeller operators of higher order moments

) (: F_). r, j ,)=~( then mm + l () Well a J) + Σm = OΣl = O (n + m + lJ (1), a (X - y () () mL ~ -,. (z,) + (P '· Domain MeYer-K0nig-zeller operator of a higher order moments ink 187c Bolt Bolt () n + l and) c work plug (scape scape Li *()'( 1)): plug ()} * Serbian scape professionals ( ) nl and) ... a Xi = 0 () plug * (nm +1) (n1) n + m + l + l'm () a lI l 』r: == Qian () jI Ying 1, * e (a 1) (1 one by one) a '(1 A z) dt = Kui i = O ()*() a' f) dz. (7) General (6), (7) is obtained (4). Then card (5). M (') plug sprouts * (can be (,) a plug () Bolt Bolt Profile * f-__-£ a _1mn +1. m,[link widoczny dla zalogowanych], l (,) = 【J a plug () scape hi and n + l-ft ~ ie-(n + m + t +1) td * () m (z, 3,) plug (), a plug ~ ... () m1 ... f (,) dt = Fyzr, a z. t ~ Mal; earnings, ) * P-OH-1) (1 a) a '(1 a) dt: ryi ~ o (7) n + lff * (summer) ~ by (4), we have M: (e''Checking for the moment (5),[link widoczny dla zalogowanych], so r a 2,5-0, 1 ¨ I have Du lJM (e ';, Y) of a 1 - xi ~ o iIF Yi (3 ± - i) 3o ~ ef * (Lu) states Volume of the first 2O M1 (P; xe ~, ye) = (a) 10) Jo Order = available. A Z (1 a muscle (del (1 A z + sampan (1 A z + WX) a dudw + (thirty 2) (1y2 (UW) (1 A z + delete z) a (1 a + WX) ~ dudw. (11 ) and then make sampan a t, u-u (1 - x, n ¨ c 』』 · nd a (1 - x 』:-n () d., J, so that one, easy to get e 'a Z a c a z1n ()) J a (1 A z) f1 z,[link widoczny dla zalogowanych],) a {¨ 2 ¨ porphyrin a 2y (+) j.: n (u) x) .1 a zjo1 one ... (1 a, ... '(15) can be calculated similarly (P Bo'.; z,) the expression or the expression of more advanced, do not repeat them here. 【Reference】 EI-IMEYER-KOMGW,[link widoczny dla zalogowanych], ZELLERKBernsteinschePotenzreihenI-J]. StudiaMath ,1960,[link widoczny dla zalogowanych],19:89-94. [2] HENEYEW, SHARMAA.Bernsteinpowerseries ~ Jj.CanadJMath ,1964,16:241-252. [3] SHAOXING , Professor Yeung months. triangle Meyer-K6nig-Zeller operators [J]. Mathematical Research and Exposition, 1995,15 (1) :98-100. [4] SHAOXING. triangle Meyer-K6nig-Zeller Operators and Approximation of [J]. Beijing Normal University (Natural Science), 1995,30 (suppl.) :19-26. [5] SHAOXING, Professor Yeung months. triangle Meyer-Kbnig-Zeller operators of the second moments II accurately represent population]. China Institute of Metrology, 2007,18 (2):

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